Best Bowling Economy in Test

Best Bowling Economy in Test is the ultimate measure of a bowler's "stinginess," representing the average number of runs conceded per over. Among bowlers who have delivered at least 2,000 balls, the all-time record is held by England’s 19th-century specialist William Attewell, with a staggering economy rate of 1.31.
This means Attewell allowed barely a single run per over, showcasing a near-total defensive stranglehold over batters. He is followed by legends like Cliff Gladwin (1.60) and India’s famous "miser" Bapu Nadkarni (1.67). As of 2026, in an era of high-scoring rates and aggressive batting, maintaining an economy below 2.50 is considered a masterclass in control, exemplified by Glenn McGrath (2.49). This statistic is more than just a number; it represents a bowler's tactical discipline and their ability to "dry up" the runs, creating a suffocating atmosphere that inevitably forces batters into making fatal mistakes.
 

RANK 1

Jeremy Coney

Econ

2.04

Wkts

27

RANK 2

Janette Brittin

Econ

2.09

Wkts

9

RANK 3

Derek Underwood

Econ

2.1

Wkts

297

Rank Player Matches Innings Overs Balls Runs Wkts AVG Econ SR Bbi Bbm 4w 5w 10w
1 52 53 472.3 2835 966 27 35.77 2.04 105 3/28 4/51 0 0 0
2 27 24 198 1188 415 9 46.11 2.09 132 2/15 3/27 0 0 0
3 86 151 3643.4 21862 7674 297 25.83 2.1 73.6 8/51 13/71 13 17 6
4 51 84 2004.4 12028 4273 125 34.18 2.13 96.2 7/66 7/66 9 2 0
5 25 39 602.3 3615 1291 46 28.06 2.14 78.5 6/57 6/90 2 1 0
6 34 50 858.1 5149 1859 60 30.98 2.16 85.8 5/44 6/57 1 1 0
7 110 45 286 1716 622 10 62.2 2.17 171.6 2/13 2/22 0 0 0
8 64 103 2565.1 15391 5646 147 38.4 2.2 104.7 7/78 7/105 5 6 0
9 50 86 2169.5 13019 4807 171 28.11 2.21 76.1 7/49 11/118 13 8 2
10 34 58 1296.2 7778 2950 93 31.72 2.27 83.6 6/45 9/77 3 3 0
11 121 103 861.4 5170 1964 32 61.37 2.27 161.5 2/17 3/51 0 0 0
12 156 98 668.1 4009 1525 39 39.1 2.28 102.7 7/46 11/96 1 2 1
13
Sudha Shah Sudha Shah
21 20 140.2 842 321 5 64.2 2.28 168.4 3/28 4/50 0 0 0
14 43 73 1726.4 10360 3958 123 32.17 2.29 84.2 6/73 10/124 9 3 1
15 98 179 3683.5 22103 8501 405 20.99 2.3 54.5 8/45 11/84 21 22 3
16 60 51 400.1 2401 930 15 62 2.32 160 2/20 3/39 0 0 0
17 30 48 1099.4 6598 2564 74 34.64 2.33 89.1 7/87 8/156 1 4 0
18 80 125 2625.1 15751 6185 151 40.96 2.35 104.3 5/75 8/179 11 2 0
19 25 39 923.3 5541 2180 53 41.13 2.36 104.5 7/87 10/111 0 4 1
20 24 45 1096.1 6577 2606 75 34.74 2.37 87.6 5/9 7/50 3 3 0
21 108 202 4058.5 24353 9733 421 23.11 2.39 57.8 7/87 10/147 23 16 1
22 33 55 827.2 4964 1983 60 33.05 2.39 82.7 4/41 6/63 1 0 0
23 29 53 675.4 4054 1615 49 32.95 2.39 82.7 6/41 7/64 1 1 0
24 43 72 1771.2 10628 4280 130 32.92 2.41 81.7 7/74 10/144 5 6 1
25 118 66 442.3 2655 1069 23 46.47 2.41 115.4 3/39 5/69 0 0 0
26 26 32 327 1962 789 17 46.41 2.41 115.4 4/66 5/145 1 0 0
27 108 20 157.2 944 382 7 54.57 2.42 134.8 3/47 3/47 0 0 0
28 102 145 2299 13794 5635 114 49.42 2.45 121 5/26 7/178 1 4 0
29 110 140 1364.4 8188 3366 98 34.34 2.46 83.5 5/34 9/74 6 2 0
30 133 230 7339.5 44039 18180 800 22.72 2.47 55 9/51 16/220 45 67 22
31 58 111 2194.5 13169 5433 259 20.97 2.47 50.8 6/56 9/108 18 7 0
32 124 243 4874.4 29248 12186 563 21.64 2.49 51.9 8/24 10/27 28 29 3
33 27 48 925.4 5554 2318 100 23.18 2.5 55.5 6/54 10/95 6 5 1
34 26 20 181.5 1091 456 7 65.14 2.5 155.8 2/73 2/73 0 0 0
35 38 64 1008 6048 2537 75 33.82 2.51 80.6 4/65 7/117 2 0 0
36 38 24 194 1164 489 16 30.56 2.52 72.7 3/24 3/24 0 0 0
37 79 32 125.2 752 317 4 79.25 2.52 188 1/14 1/14 0 0 0
38 132 242 5003.1 30019 12688 519 24.44 2.53 57.8 7/37 13/55 32 22 3
39 22 43 1148.4 6892 2910 99 29.39 2.53 69.6 6/25 8/92 8 2 0
40 88 142 3243 19458 8258 362 22.81 2.54 53.7 8/58 14/116 17 23 6
41 76 96 994.3 5967 2532 66 38.36 2.54 90.4 6/32 6/38 1 1 0
42 35 61 1393.2 8360 3580 102 35.09 2.56 81.9 5/76 8/118 8 3 0
43 65 58 509.3 3057 1306 23 56.78 2.56 132.9 4/126 5/28 1 0 0
44 26 41 349 2094 896 24 37.33 2.56 87.2 3/50 5/56 0 0 0
45 45 26 66 396 170 5 34 2.57 79.2 2/8 2/8 0 0 0
46 35 67 1932 11592 5003 178 28.1 2.58 65.1 7/55 11/111 9 10 4
47 113 187 4802.2 28814 12441 362 34.36 2.59 79.5 7/87 12/149 19 20 3
48 104 181 3771.1 22627 9779 414 23.62 2.59 54.6 7/119 11/110 20 25 5
49 89 167 3373.3 20241 8741 348 25.11 2.59 58.1 7/42 10/110 17 15 3
50 41 67 1400.3 8403 3653 102 35.81 2.6 82.3 6/32 10/106 5 4 1
51 69 122 1884.1 11305 4924 162 30.39 2.61 69.7 6/42 11/103 4 8 1
52 93 56 395.3 2373 1040 16 65 2.62 148.3 2/17 2/20 0 0 0
53 86 150 3653 21918 9611 431 22.29 2.63 50.8 9/52 15/123 25 36 9
54 64 119 1898.3 11391 5000 224 22.32 2.63 50.8 6/21 10/102 8 13 2
55 103 104 1184.5 7109 3120 73 42.73 2.63 97.3 5/34 6/81 2 2 0
56 57 70 876.4 5260 2309 79 29.22 2.63 66.5 5/28 9/119 6 3 0
57
Saqlain Mushtaq Saqlain Mushtaq
49 86 2345 14070 6206 208 29.83 2.64 67.6 8/164 10/155 12 13 3
58 168 150 1300.5 7805 3445 92 37.44 2.64 84.8 5/28 8/169 4 3 0
59 49 84 1147.5 6887 3033 80 37.91 2.64 86 8/64 8/139 2 1 0
60 21 38 738.5 4433 1951 73 26.72 2.64 60.7 7/46 10/70 3 3 1
61 145 273 6784.1 40705 17995 708 25.41 2.65 57.4 8/71 12/128 48 37 10
62 37 63 1468.1 8809 3901 103 37.87 2.65 85.5 6/127 9/161 3 3 0
63 46 79 1812.4 10876 4836 177 27.32 2.66 61.4 8/53 11/110 5 13 2
64 55 77 677.5 4067 1808 53 34.11 2.66 76.7 4/16 4/48 2 0 0
65 27 42 1040.4 6244 2784 113 24.63 2.67 55.2 7/51 13/148 11 5 2
66 21 35 615.4 3694 1648 61 27.01 2.67 60.5 4/46 6/105 2 0 0
67 81 151 2930.4 17584 7876 376 20.94 2.68 46.7 7/22 11/89 19 22 4
68 24 48 1272.1 7633 3420 113 30.26 2.68 67.5 6/47 10/89 5 7 1
69 25 43 1108.2 6650 2976 67 44.41 2.68 99.2 6/79 8/142 4 3 0
70 57 69 680.2 4082 1826 51 35.8 2.68 80 4/50 6/86 2 0 0
71 65 102 2259.5 13559 6079 216 28.14 2.69 62.7 6/73 9/72 16 7 0
72 67 111 2854.2 17126 7742 236 32.8 2.71 72.5 9/56 13/101 12 15 5
73 119 86 663 3978 1798 33 54.48 2.71 120.5 4/44 4/60 1 0 0
74 41 73 1696.5 10181 4616 170 27.15 2.72 59.8 6/47 10/151 5 14 1
75 46 81 1476.2 8858 4020 143 28.11 2.72 61.9 7/50 9/88 7 4 0
76 38 66 1272.1 7633 3503 123 28.47 2.75 62 6/74 10/66 7 6 2
77 59 93 915.5 5495 2526 75 33.68 2.75 73.2 6/33 6/51 1 3 0
78 25 41 795.5 4775 2199 58 37.91 2.76 82.3 5/68 5/77 3 1 0
79 76 143 2570.3 15423 7144 295 24.21 2.77 52.2 6/67 9/79 11 13 0
80 52 99 1671.5 10031 4631 234 19.79 2.77 42.8 6/27 9/86 7 16 0
81 29 47 1043.3 6261 2891 88 32.85 2.77 71.1 8/107 11/163 2 5 1
82 131 227 4623.2 27740 12867 434 29.64 2.78 63.9 9/83 11/146 17 23 2
83 50 85 2079.1 12475 5797 167 34.71 2.78 74.7 6/37 11/210 4 12 2
84 26 42 1220.1 7321 3402 87 39.1 2.78 84.1 6/81 8/108 2 6 0
85 27 49 1013 6078 2822 99 28.5 2.78 61.3 5/75 8/97 7 2 0
86
Ryan Harris Ryan Harris
27 52 956 5736 2658 113 23.52 2.78 50.7 7/117 9/106 4 5 0
87
Ryan Sidebottom Ryan Sidebottom
22 36 802 4812 2231 79 28.24 2.78 60.9 7/47 10/139 5 5 1
88 124 36 245 1470 682 17 40.11 2.78 86.4 3/74 5/94 0 0 0
89 188 350 6672.5 40037 18627 704 26.45 2.79 56.8 7/42 11/71 32 32 3
90 60 113 2113.2 12680 5898 249 23.68 2.79 50.9 8/92 14/149 11 13 2